" Pseudoholomorphic
Curves
in Symplectic Geometry "
By
Uppsala University (Sweden),
Abstract: Symplectic geometry has been in the forefront of differential geometry
and low dimensional topology in 21st century. Lagrangian
Floer homology is a powerful tool in symplectic geometry which is also used for constructing
topological invariants. After reviewing the
basics of symplectic geometry and pseudoholomorphic
curves we will talk about quilts which provide Floer
homology with a functoriality property similar
to that of Fourier-Mukai transformations.
Date: Wednesday, March 26, 2014
Time: 13.40 – 14:30
Place: Mathematics Seminar Room,
SA-141
Tea and cookies will be served after the
seminar.